ZFP-X:加速有损浮点压缩的高效嵌入式编码

Bing Lu, Yida Li, Junqi Wang, Huizhang Luo, Kenli Li
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引用次数: 0

摘要

由于高性能计算系统中产生的大量数据,今天的科学模拟面临着严重有限的I/O带宽、网络带宽和存储容量。数据压缩已成为解决科学数据呈指数增长问题的最有效方法之一。然而,现有的最先进的压缩机也面临着低吞吐量的问题,特别是在计算和I/O速率之间的差距越来越大的趋势下。其中,嵌入式编码被广泛应用,这使得相应压缩器的运行时间占主导地位。本文提出了一种新的嵌入式编码算法,并将其应用于最成功的有损压缩器之一ZFP的后端嵌入式编码。我们的嵌入式编码算法使用位组代替位平面来存储压缩后的数据,避免了生成位平面和对位平面进行分组测试的时间开销,大大缩短了ZFP的运行时间。我们的嵌入式编码算法还可以加快ZFP的解压缩速度,因为它避免了组测试反求和重构位平面的昂贵过程。此外,我们提供理论证明,所提出的编码算法具有相同的压缩比的基线ZFP。在四个具有代表性的真实科学模拟数据集上进行的实验表明,我们的解决方案的压缩和解压吞吐量分别是ZFP的2.5倍(平均2.1倍)和2.1倍(平均1.5倍)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ZFP-X: Efficient Embedded Coding for Accelerating Lossy Floating Point Compression
Today’s scientific simulations are confronting seriously limited I/O bandwidth, network bandwidth, and storage capacity because of immense volumes of data generated in high-performance computing systems. Data compression has emerged as one of the most effective approaches to resolve the issue of the exponential increase of scientific data. However, existing state-of-the-art compressors also are confronting the issue of low throughput, especially under the trend of growing disparities between the compute and I/O rates. Among them, embedded coding is widely applied, which contributes to the dominant running time for the corresponding compressors. In this work, we propose a new kind of embedded coding algorithm, and apply it as the backend embedded coding of ZFP, one of the most successful lossy compressors. Our embedded coding algorithm uses bit groups instead of bit planes to store the compressed data, avoiding the time overhead of generating bit planes and group tests of bit planes, which significantly reduces the running time of ZFP. Our embedded coding algorithm can also accelerate the decompression of ZFP, because the costly procedures of the reverse of group tests and reconstructing bit planes are also avoided. Moreover, we provide theoretical proof that the proposed coding algorithm has the same compression ratio as the baseline ZFP. Experiments with four representative real-world scientific simulation datasets show that the compression and decompression throughput of our solution is up to 2.5× (2.1× on average), and up to 2.1× (1.5× on average) as those of ZFP, respectively.
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